Coefficient comparison
smefit2.0 linear + quadratic corrections
Class Coefficients Fitted Fixed
2FB \(c_{t \varphi}\) \(\checkmark\)
\(c_{tG}\) \(\checkmark\)
\(c_{b \varphi}\) \(\checkmark\)
\(c_{c \varphi}\) \(\checkmark\)
\(c_{\tau \varphi}\) \(\checkmark\)
\(c_{tW}\) \(\checkmark\)
\(c_{tZ}\) \(\checkmark\)
\(c_{\varphi l_1}\) = \(-\) 0.250 \(c_{\varphi D}\)
\(c_{\varphi l_1}^{3}\) = \(-\) 0.842 \(c_{\varphi D}\)\(-\) 1.835 \(c_{\varphi WB}\)
\(c_{\varphi l_2}\) = \(-\) 0.250 \(c_{\varphi D}\)
\(c_{\varphi l_2}^{3}\) = \(-\) 0.842 \(c_{\varphi D}\)\(-\) 1.835 \(c_{\varphi WB}\)
\(c_{\varphi l_3}\) = \(-\) 0.250 \(c_{\varphi D}\)
\(c_{\varphi l_3}^{3}\) = \(-\) 0.842 \(c_{\varphi D}\)\(-\) 1.835 \(c_{\varphi WB}\)
\(c_{\varphi e}\) = \(-\) 0.500 \(c_{\varphi D}\)
\(c_{\varphi \mu}\) = \(-\) 0.500 \(c_{\varphi D}\)
\(c_{\varphi \tau}\) = \(-\) 0.500 \(c_{\varphi D}\)
\(c_{\varphi q}^{3}\) = \(-\) 0.842 \(c_{\varphi D}\)\(-\) 1.835 \(c_{\varphi WB}\)
\(c_{\varphi Q}^{3}\) \(\checkmark\)
\(c_{\varphi q}^{(-)}\) = + 0.925 \(c_{\varphi D}\)+ 1.835 \(c_{\varphi WB}\)
\(c_{\varphi Q}^{(-)}\) \(\checkmark\)
\(c_{\varphi u}\) = + 0.333 \(c_{\varphi D}\)
\(c_{\varphi d}\) = \(-\) 0.167 \(c_{\varphi D}\)
\(c_{\varphi t}\) \(\checkmark\)
\(c_{ll}\) = + 0.0
2L2H \(c_{qq}^{1,8}\) \(\checkmark\)
\(c_{qq}^{1,1}\) \(\checkmark\)
\(c_{qq}^{8,3}\) \(\checkmark\)
\(c_{qq}^{1,3}\) \(\checkmark\)
\(c_{qt}^{8}\) \(\checkmark\)
\(c_{qt}^{1}\) \(\checkmark\)
\(c_{ut}^{8}\) \(\checkmark\)
\(c_{ut}^{1}\) \(\checkmark\)
\(c_{qu}^{8}\) \(\checkmark\)
\(c_{qu}^{1}\) \(\checkmark\)
\(c_{dt}^{8}\) \(\checkmark\)
\(c_{dt}^{1}\) \(\checkmark\)
\(c_{qd}^{8}\) \(\checkmark\)
\(c_{qd}^{1}\) \(\checkmark\)
4H \(c_{QQ}^{1}\) \(\checkmark\)
\(c_{QQ}^{8}\) \(\checkmark\)
\(c_{Qt}^{1}\) \(\checkmark\)
\(c_{Qt}^{8}\) \(\checkmark\)
\(c_{tt}^{1}\) \(\checkmark\)
B \(c_{\varphi G}\) \(\checkmark\)
\(c_{\varphi B}\) \(\checkmark\)
\(c_{\varphi W}\) \(\checkmark\)
\(c_{\varphi WB}\) \(\checkmark\)
\(c_{\varphi \Box}\) \(\checkmark\)
\(c_{\varphi D}\) \(\checkmark\)
\(c_{WWW}\) \(\checkmark\)
Number fitted coefficients 36